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Finally hitting depth 13 consistently with my 5x5x5 solver
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God's algorithm for megaminx <U,R>
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God's algorithm for megaminx <U,R>
All 3x3x3 involutions solved
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Recent posts
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title
author
last post
Forum topic
God's Algorithm to 13q, Summarized by Symmetry Class
Jerry Bryan
10/29/2010 - 07:55
Forum topic
God's Algorithm out to 13f*
rokicki
10/29/2010 - 07:30
Forum topic
5x5 can be solved in 109 MTM
"Coset" solver for 5x5 "fringe region"
by
stannic
Sorry for late reply
by
stannic
Is it possible?
by
majord
Diameter is actually 43 after all
by
Bruce Norskog
We performed a complete bread
by
Bruce Norskog
43m* analysis
by
stannic
5x5 Fringe puzzle "coset solver" (last edit 08/29/11 GMT 22:07)
by
stannic
44 upper bound for diameter
by
Bruce Norskog
The lame software harness
by
stannic
Quick question
by
secondmouse
102m, 202s
by
stannic
103m, 204s
by
stannic
104m, 206s
by
stannic
"1d" pattern from the table above
by
stannic
Fringe pattern of the 5x5 puzzle
by
stannic
Results from analysis of subgoals of the 5x5
by
stannic
208s for 5x5
by
stannic
Distributions
by
stannic
stannic
10/09/2012 - 09:27
Forum topic
Three Million Positions in Four Metrics
10M more
by
rokicki
Here you go
by
rokicki
16 ATM positions
by
Andrew Gould
16ATM positions?
by
Ben Whitmore
I didn't realize that God's N
by
Jerry Bryan
My largest machine has only 2
by
rokicki
Just an idle thought...
by
Paul Timmons
rokicki
05/23/2018 - 18:35
Forum topic
Two Face Group
Re: Bijection
by
Bruce Norskog
Chemists and Group Theory
by
B MacKenzie
Bijection
by
Jerry Bryan
cosets
by
B MacKenzie
Petrus method
by
Bruce Norskog
Group representations
by
B MacKenzie
You don't actually code each
by
Jerry Bryan
Symmetry
by
B MacKenzie
number for each class matches
by
cubex
Representing a group element as an integer
by
B MacKenzie
I also posted <U,R> in
by
Jerry Bryan
Looks Good
by
cubex
Formatting Tables
by
B MacKenzie
< U, R > God's Algorithm
by
cubex
B MacKenzie
06/01/2012 - 02:39
Forum topic
Linear formula
R(k) is duplicate maneuvers
by
mdlazreg
R(k) and Duplicate Positions
by
Jerry Bryan
No, it will continue as follo
by
mdlazreg
No I mean the whole table
by
brac37
Linear formula for 2x2x2
by
mdlazreg
Just a stupid question
by
brac37
correction
by
mdlazreg
mdlazreg
10/29/2010 - 07:26
Forum topic
Megaminx needs at least 45 moves
My argumentation is flawed
by
Herbert Kociemba
Upper bound?
by
IAssemble
Computation in qtm
by
Herbert Kociemba
Herbert Kociemba
08/21/2016 - 02:28
Forum topic
Has God's Algorithm been discovered yet?
There are two possible meanin
by
jaap
The answer is yes
by
cubex
TonyVarden
10/29/2010 - 08:32
Forum topic
UFR / UF Coset Space
B MacKenzie
10/29/2010 - 07:52
Forum topic
An analysis of the corner and edge orientations of the 3x3x3 cube
Hi Bruce, Let me try expla
by
mdlazreg
81 cosets, not 45
by
rokicki
I still don't follow what you
by
Bruce Norskog
Cosets
by
rokicki
When you get down to 1q away
by
mdlazreg
Don't you mean 495 Kociemba c
by
mdlazreg
Yes, trivial coset has a 24q*
by
rokicki
This is a very interesting an
by
rokicki
I am responding to parts of t
by
Bruce Norskog
I am glad my numbers are inde
by
mdlazreg
Results for other orientation schemes
by
Bruce Norskog
This would yield 32 or more for the upper bound
by
Bruce Norskog
Yes I know you did not keep t
by
mdlazreg
Well yes, mdlazreg, I can gue
by
Bruce Norskog
Let me give an example to des
by
mdlazreg
mdlazreg, I agree that the 2n
by
Bruce Norskog
Thanks Bruce. Correct, the
by
mdlazreg
corner and edge permutations as a subgroup
by
Bruce Norskog
The set of corner and edge permutations is a group
by
mdlazreg
Recollections of Thistlethwaite's Algorithm
by
Jerry Bryan
Subgroups and product groups
by
rokicki
Coset
by
rokicki
mdlazreg
10/29/2010 - 07:22
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God's Algorithm Calculations
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